Show[ContourPlot[(\[Alpha]h1 xh-xh^2)+(\[Alpha]h2 xf-xf^2),
{xh,0,10},{xf,0,10},Contours->250],
ContourPlot[xf-(\[Alpha]h1-xh)==0,{xh,0,10},{xf,0,10}]]
Bob Hanlon
---- kristoph <kristophs.post at web.de> wrote:
=============
Hi,
I would like to plot a contour plot of two different functions. One of
them is a line in the contour plot. The problem I have is that the
plot only shows the line and only ONE curve of the other function.
What I would like to have is a usual contour plot of the function and
the line of the other function. Below you find the code of the contour
plot:
\[Alpha]h1 = 16;
\[Alpha]h2 = 16;
ContourPlot[{(\[Alpha]h1 xh - xh^2) + (\[Alpha]h2 xf - xf^2),
xf - (\[Alpha]h1 - xh) == 0}, {xh, 0, 10}, {xf, 0, 10},
Contours -> 250]
Here is the contour plot of the first function only. It would be great
to have this plot with only one line expressed by the function xf - (\
[Alpha]h1 - xh) == 0.
ContourPlot[{(\[Alpha]h1 xh - xh^2) + (\[Alpha]h2 xf - xf^2)}, {xh, 0,
10}, {xf, 0, 10}, Contours -> 250]
Thanks for help,
Kris